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Conferences > QUANTUM > 2022 > QTh4A > QTh4A.4

Robust Linear Optical Quantum Computation with Non-Abelian Geometric Phases

Julien Pinske, Vera Neef, Matthias Heinrich, Stefan Scheel, and Alexander Szameit

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Abstract

A proposal for the construction of geometrically robust linear optical quantum circuits by means of nonadiabatic geometric phases is presented. Our proof-of-principle designs of holonomic single-qubit gates enable high-fidelity unitaries.

© 2022 The Author(s)

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More Like This
Experimental Realization of Non-Adiabatic Holonomic Quantum Gates

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